For the corner points identified in the previous question, use the corner point method to find the optimal objective function value for the following objective function: Maximizez 13x21x2 Select one: O2.413.50 Ob. 210.00 c. 456.00 Od.203.5 of the objective function is changed to Minimise 13x21x3 the optimal objective function value using the corner point method would be: Select one: Oa. 456.00 Ob. 105.0 Oc. 20350 d. 23.00 For the following linear programming problem: Maximize 13x+ 21x2 subject to X755 X $ 10 X+2x 17 the corner points of the feasible region are: Select one: Oa(0,0: (10,0,0,0,0,0,50) (10,0,1,5): (20,5.0) Ob (0.0,10.01: (5,0,0.05 (10.0, 3.50% (27.00.5.0) Oc (0.0k (10,0,0,0): 10.0.5.0) (10.0, 13.50): 67.00.5.0) Od(0.0,10.0): (5.0,0.0% (10.0, 3.50X (7.00, 5.0)